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A New Digital Signature Scheme Based on Factoring and Discrete Logarithms

机译:基于分解和对数的新数字签名方案

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Generally, digital signature algorithms are based on a single hard problem like prime factorization problem, discrete logarithm problem, elliptic curve problem. If one finds solution of this single hard problem then these digital signature algorithms will no longer be secured and due to large computational power, this may be possible in future. There are many other algorithms which are based on the hybrid combination of prime factorization and discrete logarithms problem but different weaknesses and attacks have been developed against those algorithms. This paper also presents a new variant of digital signature algorithm which is based on two hard problems, prime factorization and discrete logarithm.
机译:通常,数字签名算法基于单个硬问题,例如素数分解问题,离散对数问题,椭圆曲线问题。如果找到解决这个单一难题的方法,那么这些数字签名算法将不再安全,并且由于计算能力大,将来可能会实现。还有许多其他算法是基于素因数分解和离散对数问题的混合组合,但是针对这些算法已开发出不同的弱点和攻击。本文还提出了一种新的数字签名算法变体,它基于两个难题:素因数分解和离散对数。

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